Now let's discuss a few added complexities of the Diels-Alder reaction. It turns out that sometimes when you run a Diels-Alder reaction, you get a bicyclic bridged molecule as your product as shown in this diagram right here. How does that happen and why would we get a bicyclic product? Well, it turns out that bicyclic bridge products are obtained when your s-cis diene is cyclic. Remember when I told you that 1,3-dienes could be regular straight chains but they could also be found within rings. So if your diene is found within a ring, it's going to produce what we call a bridge product. Let's just look at these two different examples. If you're starting off with a normal acyclic diene as we have here, then you're just going to wind up getting a 6-membered ring as your product, and we're used to seeing that. However, if you start off with a cyclic diene, notice that we already have one ring. That one ring is here. So when we go to react, and form another 6-membered ring on top of it, we're actually going to get a bicyclic product.
Well, let’s just go through this really quick. I know that you guys already know how to draw the cyclic product for an acyclic diene. But let’s see why you get a bridge in the cyclic diene because notice that the cyclic diene is going to have a diene portion of the molecule, and it's also going to have a non-diene portion. As identified, there's a little star there indicating some portion of this molecule that's in the ring that is not a part of the diene and is outside of the diene. So when the dienophile goes to attack with its 3 mechanistic arrows, we've got the 1, 2, 3. What we find is that one or more of these atoms get pushed out of the way and get pushed above the entire reaction. You can almost imagine it like the dienophile and the diene are trying to hook up, and there's a third wheel—this awkward third wheel in the middle, who needs to get out of the way because these guys are just going at it. Well, that is exactly how this red carbon is feeling right now. He’s feeling super awkward. So instead of getting involved in the mix, he’s going to go ahead and stay out of it and just move right on top of the ring. So as we see, you wind up still getting the 6-membered ring, but now we're going to get a bridge on top of it because this carbon really wanted nothing to do with what was going on, so it went ahead and stayed above the whole situation.
Now the difference between these two molecules here is that they're just represented differently. This is the planar representation and this is the 3D representation. You should be able to understand both of them. I know they might look a little bit weird, but this is essentially the same carbon and then you have your 6-membered ring below. That's what we call a bicyclic bridge product and that happens when your diene is a ring.
Let's look at this example here. I'm actually going to draw this one. We're just going to do this as a worked example since I think that it's still a little too hard for you guys to do this. So how would we draw this product? Well, as you can see, this is going to be a dimerization. That means that we have the same molecule acting as the diene and acting as the dieneophile. How would this happen? First of all, is this diene in the right conformation to even react? Remember that we stated how your 1,3-diene always has to be in the s-cis conformation. Is it in the right conformation? Yes, it is because if you were to draw a line between, you would notice that both of the R groups are faced on the same side. What we want to do is we want to rotate that so it's going to be facing opposite to the dienophile. In order to line this up correctly, I would actually flip my cyclopentadiene over to the right so that now it's going to be able to correctly face the dieno